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SSLC ENGLISH IMPORTANT QUESTIONS (Lesson 1 to 4)

1. What was the Hughie’s financial status?(J-13,S-13)

2. Why was Hughie upset?(M-12,M-14)

3. What was the beggar’s true identity?(J-12,15)

4. Why would Hughie wish to apologize to the Baron?(M-15)

5. How many shillings make a pound?(S-14)

6. What can artistes do to save the planet? (M-12)

7. How is music different from astronomy? (Jun-12 , 13,15)

8. How did Messiaen spend his time in jail ? (J-14,S-14)

9. What is the two-fold duty to be acquired by students ? (Mar-12&13,15)

10. What kind of character should you acquire while you are a student?(M-14) (S-12)

11. Which period of life does Gokhale consider a very happy one? (Jun-12,15)

12. What was the first meal of the day for Chaya’s children ?(Sep-13) (Mar-15)

13. What will be the future if Himalayan glaciers become ice-free ? (Mar-12 ,14,Jun-12,14 )

14. What is metropolis? ( June-15)

15. What caused the commotion in the street?(S-14)

16. What are the two incidents that stress the important of music as an essential art ? (Mar-13)

17. What made Chaya triumphantly smile? (Jun-13)

18. What is the significance of art? (Mar-14)

APPRECIATION QUESTIONS

1. What can be deceptive?

2. What is a Crack?

3. What is a ‘geode’?

4. What is meant by ‘dazzling sight’?

5. What are the gems?

6. What is a beautiful heart?

7. What is inner beauty compared to?

8. What do gems refer to

9. Whom does ‘I’ refer to?

10. What is the woman doing?

11. What is the time then?

12. Who is the child?

13. What is meant by ‘Vista’?

14. What is ‘Appassionato’?

15. What is meant by ‘cosy parlour’?

16. How can dreams become masters ?

17. Who are the two impostors ?

18. What is meant by ‘ Impostors’ ?

19. What does ‘triumph and disaster’ mean?

20. What is meant by ‘Unforgiving minute’ ?

21. Where was the well ?

22. How was the well ?

23. What does ‘pail’ mean?

24. What does ‘brook ’ mean?

25. Why did the children go to the brook?

26. What is meant by ‘Barren boughs’?

27. Who are ‘gnomes’?

28. Why did each lay a ‘staying hand ’ on the

others?

29. What is meant by ‘A silver blade’

30.Who is the singer?

31. When is the poem sung?

32. What does clamour mean?

33. What does glamour mean?

34. Why does he weep?

35. Which age does the poet like

LESSON 5. Making Visible The Invisible

1.What should the employers know about the laws for domestic workers ? (Mar-12)

Employers should accept their domestic workers as workers and not

as servants. They should know their rights. Further they should give them a

fair wage.

2.What are the age groups covered under the labour laws ? (Mar-13)

The labour laws which cover only those who are over the age of 18.

3. Why is the world of domestic workers „invisible‟? (Mar-14,Jun-12)

The domestic workers are denied their rights. So they are “invisible‟

4. Which states in India that have shown concern for the domestic workers? (J-13,14)

Andhra Pradesh, Karnataka, Maharashtra, Tamil Nadu, and Kerala.

5. What are the causes for the increase in domestic workers? ( Sep -12 & 13)

The causes are due to the increase of nuclear families.

6. How are some domestic workers lives similar to those of slaves?(M-14)

Domestic workers are usually in debt to their masters. so they have

to work like slaves 24 hours a day, 365 days in a year.

LESSON 6. Flying with the Moon on their Wings

1.In what way migration is one of the greatest mysteries of bird life ?(Mar-12)

During autumn and early winter, birds travel yearly from their nesting place to warmer lands. They return during spring and early summer.

2.Identify the reasons why birds migrate? (Mar-13)

Birds migrate due to restricted food supply and to escape the bitter cold.

3. Which is the smallest of all birds? (M-14)

The willow warbler is the smallest of all birds.

4.Describe how “ringing” of migrant birds is done ? (Jun-12)

Ringing is done by capturing a bird and placing a metal band on its leg.

5.What could be the meaning of the phrase “Carrying winter on their back”? (J-13)

It meansthat the birds leave their nestling sites with the onset of winter.

6.The migrating birds face two main dangers. What are they ? (J-14)

Sometimes sudden storms drive the birds into the sea and

drownsthem. Sometimes bright lights at night attract and confuse the birds.

7.Describe the manner in which birds make their long journey .(Sep-12)

Some birds travel in easy stages. It stops to rest on the way. Others

fly greater distances without stopping to rest and feed. Generally birds

travel during the night.

8.Can you think of any other danger the birds face , during their

migration ?(Sep-13)s

Rains, cyclones and the high sea waves are some other dangers.

LESSON 7. Our Heritage – A Timeless Marvel

1.What aspect of the temple baffles till this day ? (Mar-12)

The top most stone of the Vimanamweighs 80 tons. How the builders

lifted it so high without machines baffles engineers till this day.

2.How old is the Brihadeesvarar Temple ? Who buidit ? (Mar-13)

The Brihadeesvarar Temple is thousand years old. Raja rajaChola built it.

3.What did the author see at the Royal Museum ? (Mar-14)

(i) drums(ii) Urns (iii) Perfume bottles (iv) wooden boxes

(v) Gifts (vi) Jewellery (vii) weapons

4. List out the specialities of Tanjore. (Jun-12,13)

Tanjore was the ancient capital of the Chola Kings.

It is the granary of Tamil Nadu

The home of Carnatic music, dance and handcrafts.

5. What were the Pallava and the Chola eras famous for? (J-14,Sep-12)

The Pallava and the Chola eras are famous for their craftsmanship.

They were famous for monolithic and metal statues.

6. What is the speciality of the vimanam?(sep-13&14,Mar-15)

The vimanam is built with bonding of stones and notching without

mortar.

10 Bm YÏl× fzpjk;; 5 kjpg;ngz; tpdh

fzq;fSk; rhh;GfSk; bt‹gl§fis¥ ga‹gL¤Â ËtUtdt‰iw¢ rçah vd¢ nrh¤J¥ gh®¡f

1) A \ (B ∪ C) = (A \ B) ∩ (A \ C) (JU-14)

2) A \ (B∩ C) = (A \ B) ∪ (A \ C) (JU-12, OCT-12, MAR-14)

3) A ∩(B∪ C)= (A ∩B) ∪ (A∩ C )

5). A ∪ (B∩ C)= (A∪ B) ∩ (A∪ C )

6). ( A∪ B)’= A’ ∩B’ (MAR-15)

7). ( A∩ B)’= A’∪ B’

8). A= { 0, 1, 2, 3 } k‰W« B = { 1, 3, 5, 7, 9 } v‹gd ÏU fz§fŸ v‹f. f : A →B

v‹D« rh®ò f (x) = 2x + 1 vd¡ bfhL¡f¥g£LŸsJ. Ï¢rh®Ãid

(i) tçir¢ nrhofë‹fz« (ii) m£ltiz (iii) m«ò¡F¿¥ gl« (iv) tiugl«

M»at‰whš F¿¡f. (JU-12,MAR-13)

9). A= { 6,9,15,18,21 } k‰W« B = { 1, 2,4,5,6 } v‹gd ÏU fz§fŸ v‹f. f : A →B

v‹D« rh®ò f (x) = x -3/3 vd¡ bfhL¡f¥g£LŸsJ. Ï¢rh®Ãid

(i) tçir¢ nrhofë‹fz« (ii) m£ltiz (iii) m«ò¡F¿¥ gl« (iv) tiugl«

M»at‰whš F¿¡f (JU-14)

10). A = {4, 6, 8, 10 } k‰W« B = { 3, 4, 5, 6, 7 } v‹f. f : A →B: v‹gJ

f (x) = 1/2x + 1 vd tiuaW¡f¥g£LŸsJ. rh®ò f –I

(i) m«ò¡F¿gl« (ii) tçir¢ nrhofë‹ fz« (iii) m£ltiz

M»at‰¿‹ _y« F¿¡fΫ .(JU-12,MAR-15)

11). rh®ò f : [1, 6) → R MdJ ËtUkhW tiuaW¡f¥g£LŸsJ.

1 + x, 1 ≤ x < 2

f(x)= 2x – 1 , 2 ≤ x < 4 ( [1,6)={ { x € R ; 1 ≤ x < 6 })

3x2 -10, 4 ≤ x < 6

i)f(5) ii)f(3) iii)f(1) iv) f(2)-f(4) v) 2f(5)-3f(1)

M»at‰¿‹ kÂ¥òfis¡ fh©f. (MAR-14)

12). rh®ò f : [-3, 7) → R MdJ ËtUkhW tiuaW¡f¥g£LŸsJ.

4x2-1, -3 ≤ x < 2

f(x)= 3x – 2 , 2 ≤ x ≤ 4

2x -3, 4 < x < 7

i)f(5)+f(6) ii)f(-2) –f(4) iii)f(1)-f(-3) iv) f(3)+f(-1)

2f(6)-f(1)

M»at‰¿‹ kÂ¥òfis¡ fh©f. (MAR-12)

13). rh®ò f : [-7, 6) → R MdJ ËtUkhW tiuaW¡f¥g£LŸsJ.

X2+2x+1, -7 ≤ x < -5

f(x)= x+ 5 , -5 ≤ x ≤ 2

x-1, 2< x < 6

i)2 f(-4)+3f(2) ii) 4 f(-3)+3f(2) M»at‰¿‹

f (-6)-3f(1) kÂ¥òfis¡ fh©f. (OCT-14)

14) A = {a, b,c,d,e,a,f,g,x,y,z }, B = {1,2,c,d,e } k‰W«

C= {d,e,f,g,y,2} v‹f. A \ (B∪C) = (A\ B)∩(A\C) v‹gij rçgh®¡fΫ.(OCT-14)

15). U={-2,-1,0,1,2,3,….10} A= {-2,2,3,4,5} kw;Wk; B= {1,3,5,8,9} vd;f. B khh;fdpd; fd epug;gp tpjpfisr; rhpghh;f;fTk;. (MAR-12,JU-15)

nka;naz;fspd; njhlh;thpirfSk; njhlh;fSk;

1) . a, b, c , kw;Wk; d vd;gd xU ngUf;Fj;njhlh; thpirapy; cs;sJ vdpy;

(b-c)2 +(c-a)2+ (d-b)2=(a-d)2 vd epWTf. (MAR-12)

2). 300-¡F« 500-¡F« ÏilnaÍŸs 11 Mš tFgL« mid¤J Ïaš

v©fë‹ T£l‰gy‹ fh©f. (JU-12)

3). 6 + 66 + 666 + ….vD« bjhlçš Kjš n cW¥òfë‹ TLjš fh©f. (O-12, M-13,15)

4). 7+77+777+….vD« bjhlçš Kjš n cW¥òfë‹ TLjš fh©f. JU-14

5). 11 br.Û, 12 br.Û, 13 br.Û, g, 24 br.Û M»adt‰iw Kiwna g¡f

msÎfshf¡ bfh©l 14 rJu§fë‹ bkh¤j¥ gu¥ò fh©f. (MAR-14,JU-15)

6). 8 Mš tFgL« mid¤J _‹¿y¡f Ïaš v©fë‹ TLjš fh©f. OCT-14

7). 9 Mš tFgL« mid¤J _‹¿y¡f Ïaš v©fë‹ TLjš fh©f. JU-15

8). xU $l;Lj;njhlh;thpirapy; 10 kw;Wk; 18MtJ cWg;Gfs; KiwNa

41 kw;Wk; 73 vdpy; 27MtJ cWg;igf; fhz;f. (JU-13)

9). xU ngUf;Fj;njhlh;thpirapd; 4tJ cWg;G 2/3 kw;Wk; 7tJ cWg;G 16/81

vdpy; mg;ngUf;Fj;njhlh;thpiriaf; fhz;f. (OCT-12)

10). xU ngUf;Fj;njhlhpd; Kjy; n , 2n kw;Wk; 3n Mfpa cWg;Gfspd; $Ljy;fs;

KiwNa S1, S2 kw;Wk; S3 vdpy; S1 (S3- S2)=(S2-S1)2 vd epWTf. (MAR-14)

,aw;fzpjk; (gapw;rp 3.1 to 3.11 tiu)

ËtU« gšYW¥ò¡nfhitfis fhuâ¥L¤Jf.

1). x3 - 3x2 - 10x + 24 (JU-12)

2). x3- 5x2- 2x+ 24 (OCT-12, MAR-13, JU-14)

3). 2 x3-3x2-3x+2 (MAR-12)

4) . x3-13x2+32x+20 (JU-13)

5). x3 - 7x + 6 (MAR-15) 6). 11 ngd;rpy;fs; kw;Wk; 2 mopg;ghd;fspd; nkhj;j tpiy &. 50 NkYk; 8 ngd;rpy;fs; kw;Wk; 3 mopg;ghd;fspd; nkhj;j tpiy &. 38 vdpy; xU ngd;rpy; kw;Wk; xU mopg;ghd; tpiyiaf; fhz;f. (OCT-13)

7. kPr;rpW nghJklq;F fhz;f: x3+y3, x3-y3, x4+x2y2+y4 (MAR-15) 8. 8 Mz;fs; kw;Wk 12 rpWth;fs;; Nrh;e;J xU Ntiyia gj;J ehl;fspy; nra;J Kbg;gh; mNj Ntiyia 6 Mz;fs; kw;Wk; 8 rpWth;fs;; Nrh;e;J 14 ehl;fspy; nra;J Kbg;gh;. xU Mz; jdpahf mt;Ntiyia vj;jid ehl;fspy; nra;J Kbg;ghh;.xU rpWtd; jdpahf mt;Ntiyia vj;jidehl;fspy; nra;J Kbg;ghd;?

9. x4+3x3+5x2+26x+56 kw;Wk; x4+2x3-4x2-x+28 Mfpatw;wpd; kP.ngh.t vdpy;

x2+5x+7 mtw;wpd; kP.ngh.k-itf; fhz;f 10. ,U gy;YWg;Gf;Nfhitfspd; kP.ngh.t kw;Wk; kP.ngh.k KiwNa x+1 kw;Wk;

x6-1NkYk; xU gy;YWg;Gf;Nfhit x3+1vdpy; kw;nwhd;iwf; fhz;f.

11.P= x , Q = y vdpy; 1 - 2Q If; fhz;f.

x+y x+y P-Q P2-Q2

12. RUf;Ff: 1 + 1 - 2

X2+3x+2 x2+5x+6 x2+4x+3

13. RUf;Ff: X2 -16 x2-4 x2-4x+16

X2 -3x +2 x3+64 x2-2x-8 mzpfs; (KOtJk;) 1. A= 5 2 k‰W« B= 2 -1 våš, (AB)T =B T A T

v‹gij rç¥gh®.(O-12,14, M-15, JU-14) 7 3 -1 1

2. A= a b k‰W« I2= 1 0 våš, A2-( a +d)A =(bc- ad)I2 vd ãWÎf.

c d 0 1

3. A= -2 , B= 1 3 −6 v‹w mâfS¡F (AB)T =B T A T v‹gij rç¥gh®. (JU-15)

4

5

4. A= 1 -1 våš, A2 -4A +5 I2 =O vd ãWÎf. (MAR-12,13,JU-12,13)) 2 3

5. A= 3 2 B= -2 5 k‰W« C = 1 1 våš, A (B + C) = (A + B) C

-1 4 6 7 -5 3 v‹gjid¢ rçgh®¡f (MAR-14)

Maj;njhiy tbtpay; (gapw;rp 5.1 to 5.4 tiu)

eh‰fu¤Â‹ gu¥gsÎ fh©f.

1. (6 , 9) (7 , 4 ) (4 , 2) k‰W« (3, 7) (MAR-12)

2. (–3, 4), (–5, –6), (4, –1) k‰W« (1, 2) (OCT-14)

3. (-4, ‐2), (‐3, ‐5), (3, ‐2) k‰W« (2, 3) (MAR-14)

4. (-4 ,5) , (0,7) (5,-5) k‰W« (-4,-2) (OCT-12, JU-13)

5. (2 ,-5), (3,-4) k‰W« (9,k) Mfpa Gs;spfs; xUNfhliktd vdpy;

k-d; kjpg;igf; fhz;f. (OCT-13) 6. (-2 , 1) , (4,0) (3,3) k‰W« (-3,2) Mfpa Gs;spfis thpirahf vLj;Jf;nfhz;L rha;tpid gad;gLj;jp mit xh; ,izfuj;ij mikf;Fk; vd fhl;Lf. (OCT-13)

7. (h,0) , (a,b) k‰W« (0,k) vd;gd xU Neh;f;Nfhl;by; mikAk; Gs;spfs; vdpy; Kf;Nfhzj;jpd; gug;gpw;fhd #j;jpuj;ijg; gad;gLj;jp a/h + b/k =1 vd epWTf. ,q;F h kw;Wk; k ‡ 0.

8. (6,-2) vDk; Gs;sp topr; nry;tJk; kw;Wk; ntl;Lj;Jz;Lfspd; $Ljy; 5 nfhz;lJkhd Neh;f;NfhLfspd; rkd;ghLfisf; fhz;f. 9. A(2,1), B(-2,3) k‰W« C(4,5) vd;gd Δ ABC –apd; cr;rpfs;. cr;rp AapypUe;J tiuag;gLk; eLf;Nfhl;bd; rkd;ghl;ilf; fhz;f. (MAR-12)

tbtpay; (gapw;rp 6.1 to 6.2 tiu) 1. mo¥gil é»jrk¤ nj‰w« mšyJ njš° nj‰w«- vG ãWÎf. (M-14, J-13,O-14)

2. nfhz ÏUrkbt£o¤ nj‰w« - vGÂ ãWÎf (OCT-13)

3. ABCD vd;w eh‰fu¤Âš ∠B k‰W« ∠D M»at‰wpd; ,Untl;bfs; AC IE –y; ntl;Lf;fpd;wd vdpy; AB/BC=AD/DC vd epWTf. (OCT-12)

Kf;Nfhztpay; (gapw;rp 7.1 kl;Lk;)

1. (SinΘ+CosecΘ)2+(CosΘ+SecΘ)2=7+Tan2Θ+Cot2Θ vd;wKw;nwhUikia epWTf.(M-13)

2. TanΘ + SinΘ = m, TanΘ – SinΘ = n k‰W« m=n, m2-n2=4√mn vd epWTf. (O-13,M-15)

3. TanΘ + CotΘ =1+TanΘ+CotΘ vd;w Kw;nwhUikia epWTf. 1- CotΘ 1-TanΘ 4. TanΘ + CotΘ =1+SecΘCosecΘ vd;w Kw;nwhUikia epWTf. 1- CotΘ 1-TanΘ

5. SinΘ, CosΘ , TanΘ vd;gd ngUf;Fj; bjhlçš ÏU¥gp‹ Cot6-Cot2=1 vd epWTf

fzq;fSk; rhh;GfSk; 2 kjpg;ngz; tpdh

1. A = {4,6,7,8,9},B = {2,4,6}, C = {1,2,3,4,5,6} våš A U (B∩ C) -‹

kÂ¥ig¡ fh©f. (MAR-14)

2. A = {4,6,7,8,9} ,B = {2,4,6},C = {1,2,3,4,5,6} våš A∩ (B U C) ‐‹ kÂ¥ig¡

fh©f. (JU-12, OCT-12)

3. U = {4,8,12,16,20,24,28}, A= {8, 16, 24} k‰W« B= {4,16,20,28}våš

M»at‰iw¡ fh©f. (JU-14)

4. A = { 1, 4, 9, 16 }-èUªJ B = { –1, 2, –3, –4, 5, 6 }-¡F

f = { (1, –1), (4, 2), (9, –3), (16, -4) } rh®ghFkh? m›thW rh®ò våš, mj‹

Å¢rf¤ij¡ fh©f. (OCT-12)

Ë tUtdt‰iw és¡F« bt‹gl§fŸ tiuf

5. A U (B ∩ C) (MAR-15)

6. (AUB)’ (OCT-13) 7. A⊂ B våš A∩B k‰W« A\B M»at‰iw¡ fh©f. (OCT-14)

8. (A∩B) U ( A\B) = A

9 . f = {(12,2) (13,3) (15,3) (14,2) (17,7) }vd;w rhh;gpy; 2 kw;Wk; 3 Mfpatw;wpd; Kd;cUf;fisf; fhz;f. (JU-12)

10. A = {1,2,3,4,5}, B = N kw;Wk; f : A →B MdJ f(x) = x2 vd

tiuaWf;fg;gl;Ls;sJ. f d; tPr;rfj;ij fhz;f. NkYk; rhh;gpd; tifiaf; fhz;f. (MAR-15, JU-15) 11. A={ l,m,n,o,2,3,4,7} kw;Wk; B={2,5,3,-2,m,n,o,p} Mfpatw;wpw;F fzq;fspd;

ntl;L ghpkhw;Wg; gz;G cilaJ vd;gij rhpghh;f;fTk;. (MAR-13)

12. R={(a,-2),(-5,b),(8,c0,(d,-1) } vd;gJ rkdpr;rhh;igf; Fwpf;Fk; vdpy; a, b, c

kw;Wk; d Mfpatw;wpd; kjpg;Gfisf; fhz;f. (MAR-13)

nka;naz;fspd; njhlh;thpirfSk; njhlh;fSk;

1. 4,9,14......vd;w $l;Lnjhlh; thpirapd; 17tJ cWg;igf; fhz;f. (MAR-14) 2. 13-My; tFg;gLk; <hpyf;fkpif KOvz;fspd; vz;zpf;ifiaf;fhz;f.(M-12)

3. 5++11+17+……+95 vd;w $l;Lj;njhlhpd; $Ljy; fhz;f. (MAR-13)

4. 13+23+33+……+n3 = 3600 våš 1+2+3+….+n-‹ kÂ¥ig¡ fh©f. (JU -13)

5. $Ljy; fhz;f - 13+23+33+……+203 (OCT-14)

,aw;fzpjk; (gapw;rp 3.1 to 3.11 tiu)

1. x=1 kw;Wk; x = -1 vd;w G+[;[paq;fisf; nfhz;l ,Ugb 4 gy;YWg;Gf;Nfhitiaf; fhz;f. (JU-13)

2. 3x3 + 4x2 - 10x +6 vd;gij 3x - 2 My; tFf;Fk; NghJ fpilf;Fk; <T kw;Wk; kPjp fhz;f. (OCT-14)

3. RUf;Ff :5X+20 (MAR-15)

7X+28

4. RUf;Ff : x2-4 a3-a (JU-14)

a2-1 x3+2x2

4.. x3-6x2+11x-6 vd;w gy;YWg;Gf;Nfhitf;F x-1 xU fhuzp vd epWTf.

5. RUf;Ff: x3 + 8

x-2 2-x

6. kP.ngh.t. fhz;f: m2-3m-18, m2+5m+6 (MAR-14)

7. kP.ngh.k. fhz;f: x2y+xy2, x2+xy (OCT-13) 8. jPh;T fhz;f. x + 1/x = 26/5 (MAR-13, JU-13) mzpfs; (KOtJk;)

1. a ij =|2i-3j | v‹w cW¥òfis¡ bfh©l,tçir 2 × 3 cŸs mâ

A =(aij )-æidmik¡fΫ. (MAR-14)

2. A = 4 -2 k‰W« B = 8 2

5 -9 1 3 våš, 6A - 3 B v‹w mâia¡ fh©f. (MAR-12)

3. a ij = i - j bfh©L 2× 2 tçirÍila mâ A = [aij ] -ia¡ fh©f

i + j 4.A= 3 5 k‰W« B = 2 5 M»ad m⥠bgU¡fiy¥ bghU¤J

1 2 1 3 x‹W¡bfh‹W ne®khW mâ vd ãWÎf

5. A= 1 2 3 våš, (AT) T = A v‹gjid¢ rçgh®¡f.

2 4 5

3 5 6

6. mâfë‹ bgU¡fš fh©f. 3 2 4 1 (MAR-12, 13, JU-12,13)

5 1 2 7

7. A = 2 3 - 1 5 våš, A-‹ T£lš ne®khW mâia¡ fh©f. (O-12, 13, M-15)

-9 5 7 -1 JU-15

8. A = 8 5 2 vdpy; AT kw;Wk; (AT) T Mfpatw;iwf; fhz;f. (MAR- 13,15, JU-12,14)

1 -3 4 9. 30 cWg;Gfs; nfhz;l xU mzpf;F vt;tif thpirfs; ,Uf;f ,aYk;. JU-13 10. jPh;T fhz;f. y = 6-2x 3x 31+4y 11. A= 1 3 vdpy; AI=IA=A vd;gijr; rhpghh;f;f ,q;F vd;gJ thpir 2nfhz;l myF mzp. 9 -6 (OCT-12, MAR-14)

Maj;njhiy tbtpay; (gapw;rp 5.1 to 5.4 tiu)

1 . (3 , 5), (8 , 10) M»a òŸëfis Ïiz¡F« nfh£L¤ J©il

c£òwkhf 2 : 3 v‹w é»j¤Âš Ãç¡F« òŸëia¡ fh©f.

2. A(4, -6), B(3,-2) k‰W« C(5, 2) M»at‰iw c¢Áfshf¡ bfh©l

K¡nfhz¤Â‹ eL¡nfh£L ika« fh©f. (OCT-12)

3. xU t£l¤Â‹ ika« (-6, 4). m›t£l¤Â‹ xU é£l¤Â‹ xU Kid,

MÂ¥òŸë våš, k‰bwhU Kidia¡ fh©f. (JU-12, 14 , MAR-15)

4. (-1, 1), (2,-4 ) Mfpa Gs;spfspd; topr; nry;Yk; Neh;f;Nfhl;bd; rkd;ghl;ilf; fhz;f.

5. (-2, 3) vd;w Gs;sp topr; nry;tJk;> rha;T 1/3 cilaJkhd

Neh;f;Nfhl;bd; rkd;ghl;il fhz;f (JU-14) 6. (3,-2) kw;Wk; (-1,4) Mfpa Gs;spfis ,izf;Fk; Neh;f;Nfhl;bd; rha;itf; fhz;f. 7. A(2,3), B(4,0) kw;Wk; C(6,-3) Mfpa Gs;spfs; xNu Neh;f;Nfhl;by; mike;Js;sd vd ep&gp. (OCT-13)

8. rha;T, y ntl;Lj;Jz;L;;; fhz;f. 4x-2y+1=0 (MAR-15)

9. . A(6,7), B(-4,1) k‰W« C(a,-9) Mfpatw;iw Kidfshff; nfhz;l Δ ABC –d;

gug;G 68 r.myFfs; vdpy; a-d; kjpg;igf;fhz;f. (JU-13) JU-15

tbtpay; (gapw;rp 6.1 to 6.2 tiu)

1. Δ ABC y; DE || BC kw;Wk; AD = 2 AE = 3.7 nr.kP vdpy; EC If; fhz;f. DB 3 (JU-12, 14) 2. ΔABC y; ∠A vd;w Nfhzj;jpd; cl;Gw ,U rkntl;b AD MdJ gf;fk; BC I D y; re;jpf;fpwJ. BD = 2.5 nr.kP., AB = 5 nr.kP. kw;Wk; AC = 4.2 nr.kP. vdpy; DC If; fhz;f. (MAR-12, OCT-12, 13, JU-15) 3. MPvd;gJ –y; Δ MNO - y; ntspg;Gw ,Urkntl;b. NkYk; ,J NO-d; ePl;rpapis P -apy; re;jpf;fpwJ. MN=10 nr.kP MO=6nr.kP NO=12nr.kP vdpy; OP-I fhz;f. (JU-13,OCT-14)

Q M

10nr.kP

N 66 P

Kf;Nfhztpay; (gapw;rp 7.1 kl;Lk;) 1. SinΘ + CosΘ = 1 (JU-12) CosecΘ SecΘ

2. 1-CosΘ = CosecΘ – CotΘ

1+CosΘ

3. 1-SinΘ = SecΘ-TanΘ (OCT-12) 1+SinΘ

4. (Sin6Θ+Cos6Θ)=1-3Sin2ΘCos2Θ (MAR-12) 5. 1+SecΘ = Sin2Θ (OCT-13) SecΘ 1-CosΘ

6. SinΘ = CosecΘ + CotΘ

1-CosΘ

7 Sec2Θ+Cosec2Θ = TanΘ + CotΘ (MAR-14, 15)

8. CosΘ = 1 + SinΘ SecΘ- TanΘ

9. SinΘ = 1-CosΘ (OCT-14)

CosecΘ – CotΘ 10. SecΘ (1- SinΘ)(SecΘ + TanΘ) = 1 njhLNfhL tiujy;

1. Muk; 3 nr.kP. njhiyT 7 nr.kP. (MAR-14)

2. Muk; 3 nr.kP. njhiyT 9 nr.kP. (JU-12,13, OCT-12, 13)

3. Muk; 6 nr.kP. njhiyT 10 nr.kP. (OCT-14) 4. tpl;lk; 10 nr.kP. njhiyT 13 nr.kP. (JU-14,15 MAR-15) Kf;Nfhzk; tiujy; 1. BC=5 nr.kP. ∠A= 45˚ eLf;Nfhl;bd; ePsk; 4 nr.kP. (JU-12, 15) 2. AB = 6nr.kP. ∠C= 40˚ Fj;Ff;Nfhl;bd; ePsk; 4.2 nr.kP. (MAR-13, JU-13, 14) 3. mbg;gf;fk;BC=5.5 nr.kP. ∠A= 60˚ eLf;NfhL AMd; ePsk; 4.5nr.kP.(MAR-12)

4. BC=5 nr.kP. ∠BAC= 40˚ eLf;Nfhl;bd; ePsk; 6 nr.kP. (MAR-15) tiuglk;; 1. (MAR-12, 13, JU-12)

X 1 3 5 7 8

Y 2 6 10 14 16

2. xy = 20 x,y>0 (OCT-12, JU-15)

3. xU NgUe;J kzpf;F 40fp.kP. Ntfj;jpy; nry;fpwJ… (JU-13, 14) 4. xU ypl;lh; ghypd; tpiy &.15 vd;f.... (MAR-14) 5. xU tq;fp %j;j Fbkfdpd; itg;Gj;njhiff;F 10% jdp tl;b jUfpwJ….(O-13, M-15) 6. kpjptz;b xl;Lgth; A vd;w ,lj;jpypUe;J B vd;w ,lj;jpw;F…. (OCT-14)

gj;jhk; tFg;G mwptpay; (ghlq;fs; - 2, 3, 4, 7, 10, 15)

caphpay;; (ghlk;- 2, 3)

1. fyh Foe;ij ngw;Ws;shh;. (Ap-12,14, June-13,14) m) gpwe;j Foe;ijf;F Kjy; MW khjq;fSf;Fs; toq;f Ntz;ba Neha;j;jLg;G+rp ml;ltizia vOJf. M) ,j;jLg;G+rpfs; %yk; ve;nje;j Neha;fisj; jLf;f ,aYk;?

2. cq;fs; gFjpapy; kNyhpah gutpAs;sJ. (Ap-13,15,June-15) m) ,jidf; fl;Lg;gLj;j cd; gFjpapd; chpa mYtyh;fSf;Fj; jFe;j MNyhrid toq;Ff. M) kNyhpahtpd; rhpahd Neha; mwpFwpfisj; Njh;e;njLj;J vOJf: (Fsph;> eLf;fk; kw;Wk; fLq;fha;r;ry;> Ngjp).

3. mf;Nlhgh; 15 if fOtpLk; ehshff; nfhz;lhlg;gLfpwJ. (Sep-14) m.cq;fs; ez;gDf;Ff; if fOTjypd; ed;ikfisf; $Wf. M. xU ehspy; ve;nje;j Neuq;fspy; if fOTtPh;fs;?

4 .m. kNyhpah Neha;f;fhuzpfisAk;mjd; mwpFw pfl;Lg;gLj;Jk; (Oct-12) topKiwfisf; $Wf. M. itu fis jLf;Fk; topKiwfisg; gl;baypLf. 5. euk;G nry;ypd; mikg;igj; njspthd glj;Jld; ghfq;fisf; Fwpj;J tpsf;Ff. 6. kdpj clypy; fhzg;gLk; ehskpy;yhr; Rug;gpfisAk; mtw;wpd; miktplq;fisAk; ngahpLf. mtw;wpy; VNjDk; ,uz;bidg;gw;wp tphpthf vOJf.

jhtutpay;( ghlk;- 4 ,7)

1. jpus;fdp $l;Lf;fdp jFe;j vLj;Jf;fhl;LfSld; xg;gpLf. (June-14)

2. xU tpj;jpiy jhtu tpijapd; mikg;ig tpthp. (Ap-12)

3. fUTWjypd; tpisthf cUthtJ fdp fUTWjy; eilngwhky; VNjDk;(A-12) fdp cUthfpwjh? fdpfs; tifg;ghl;bd; ml;ltiziaj; jUf.

4. ,U tpj;jpiy jhtu tpijapd; mikg;ig tpthp (June-12, Sep-12,14, Ap-14) 5. G+f;Fk; jhtuq;fspy; eilngWk; ghypdg; ngUf;f Kiwapy; <LgLk;

,uz;L epfo;Tfis vOJf. (Ap-13,15,June-15) m) Kjy; epfo;T kw;Wk; mtw;wpd; tiffis vOJf M) mjdpd; ed;ik jPikfis vOJf.

6. m) fdp cUthFk; epfo;r;rpiaf; $Wf? . (June-13) M) ,e;epfo;r;rpapid RUf;fkhf tpthp ,) me;epfo;tpidf; Fwpf;Fk; glj;jpid tiue;J ghfq;fisf; Fwpf;fTk;. 7. Gif> Gif vq;F Nehf;fpDk; Gif kz;lyk;. ,r;#oy; cly; eyj;jpw;F Vw;wjh vd;gij Vw;Wf; nfhs;fpwhah? fhpiavhpg;gjdhy; Vw;gLk; jPik gaf;Fk; nray;fisg; gl;baypLf. 8. cq;fSila gFjpapy; ePh;j; jl;Lg;ghl;bdhy; kf;fs; mtjpAWfpwhh;fs;. vdNt ePh;j;jl;Lg;ghl;bidj; jtph;f;f vd;ndd;d Kiwfisf; ifahStPh;fs;?

(June-14, Ap-13,15)

9. m) fPo;f;fz;l nghUs;fis tifg;gLj;Jf. ( fl;il> fhfpjk;> gpsh];bf;> Gw;fs; ) M) cd;Dila tifg;ghl;bw;fhd tpsf;fj;jpidj; jUf. 10. fhpia vhpg;gjpdhy; Vw;gLk; jPik gaf;Fk; nray;fisg; gl;baypLf.

(June-13, Ap-12,14, Sep-12,14)

11. m. gRik Ntjpapay; vd;why; vd;d? (Oct-12, Ju-15) M. gRik Ntjpapaypd; tpisthf cz;lhFk; nghUs;fs; rpytw;iwg; gl;baypLf. Ntjpapay;( ghlk;- 10) 1. m) etPd mZf;nfhs;ifapd; Nfhl;ghLfis tpthpf;f. (J-13,14,15, Ap-12, Oct-12)

M) mZ> %yf;$W NtWgLj;Jf. 2. xU gUkd; Mf;]p[d; epiwAk;> xU gUkd; i`l;u[d; epiwAk; ckf;F nfhLf;fg;gl;Ls;sd. mNthnfl;Nuh tpjpg;gb %yf;$W epiwf;Fk; Mtp

mlh;j;jpf;Fk; cs;s njhlh;ig tUtpf;f. (Sep-14)

3. fPo;fz;ltw;wpf;F Nkhy;fspd; vd;dpf;ifiaf; fzf;fpLf? (Ap-13)

m) 12.046 x1023 mZf;fisf; nfhz;l jhkpuk;

M) 27.95 fp ,Uk;G

,) 1.51 x 1023 %yf;$Wfisf; nfhz;l CO2

,aw;gpay;; ( ghlk;- 15) 1. m) epA+l;ldpd; Kjy; ,af;f tpjp tpirapd; gz;ig tpsf;FfpwJ.

,f;$w;iw epahag;gLj;Jf. (Ap-12,13,15) M) 10fp.fp> 20fp.fp epiwAs;s nghUl;fs; KiwNa 10ms-1, 5ms-1 Ntfj;jpy; nry;tijg; glk; fhl;LfpwJ. mit Nkhjpf; nfhs;fpd;wd. Nkhjypd; NghJ mit njhl;Lf; nfhs;Sk; Neuk; 2tp. NkhjYf;Fg; gpd; mit

KiwNa 12ms-1, 4ms-1 Ntfj;jpy; nry;fpd;wd. vdpy; F1, F2 ,tw;iwf; fhz;f. 2. m) tpz;ntsp tPuh;fs; tpz;ntsp epiyaq;fspy; ePz;lehs; jq;Ftjhy;kdpj clypy; Vw;gLk; tpisTfis Muha;tjw;fhfNt tpz;ntsp epiyaq;fs;

gad;dLj;jg;gLfpd;wd. ,f;$w;wpid epahag;gLj;Jf. (Ap-14, Sep-14)

M) F= Gm1m2 / d2 vd;gJ epA+l;ldpd; <h;g;gpay; tpjpapd; fzpj tbtk;.

epA+l;ldpd; <h;g;gpay; tpjpiathh;j;ijfspy; $W(June-12,13,Ap-12,14,15)

3. re;jpuhadpd; rhjidfs; ahit? (my;yJ) (June-14)

re;jpuhad; jpl;lkplg;gl;l ,yf;Ffspy; 95 rjtPjj;ij epiwT nra;jJ.

,f;$w;wpid epahag;gLj;Jf.

4. m. epiwf;Fk; vilf;Fk; cs;s NtWghLfs; ahit? (Oct-12, June-12,15)

M. epA+l;ldpd; %d;whk; tpjpia $Wf. (Oct-12,JU-12)

,. epiyk tpjpia $Wf. ( J-15)

5. Fsphpay; njhopy; El;gj;jpd; gad;fis vOJf. (Oct-12)

r%fmwptpay; (tuyhW 1-8 , Fbikapay; 1-2 , Gtpapay; 1-5 , nghUspapay; 1)

tuyhW

1. Vfhjpgj;jpaj;jpw;fhd fhuzq;fs; ahit ? (Se-12) (Ju-13)

2. Vfhjpgj;jpaj;jpd; tpisTfs; ahit? (Ap-14)

3. rh;tNjr rq;fj;jpd; rhjidfis tpsf;Ff. (Ap-13) (Ju-14) (Se-14)

4. KNrhypdpapd; jiyikapy; ghrprk; gilj;j rhjidfs; ahit? (Se-13)

5. ,uz;lhk; cyfg; Nghhpd; tpisTfs; ahit? (Se-13) (Ju-15)

6. ,uz;lhk;cyfg; Nghh; Vw;glf; fhuzq;fspy; VnjDk; Ie;jpidf; Fwpg;gpLf.(Ap-14)

7. I.eh.tpd; Kd;fpa rhjidfs; ahit? (Ap-12) (Se-12)

8. gpuhq;f;spd; b &];nty;l; mwptpj;j epthuzk;> Gduikg;G rPh;jpUj;jq;fs; gw;wp

tpilasp.(Ap-12) (Ju-15)

9. Kjy; kw;Wk; ,uz;lhk; mgpdpg; Nghh;fisg; gw;wp tpthp. (Ju-12)

5 kjpg;ngz; tpdh Fbikapay;

1.rhh;f; mikg;G gw;wp rpW Fwpg;G vOJf.

(Ap-12) (Ju-12) (Ju-13) (Se-13) (Ap-14) (Ju-14) (Ju-15

2. Njh;jy; Kiwapd; tiffisf; $wp mtw;iw tpsf;Ff. (Ap-12) (Ju-13) (Ju-15)

3. [dehafj;jpy; vjph;f;fl;rpapd; gq;fpid tpsf;Ff. (Se-13) (Ap-14) (Se-14)

4. gQ;r rPyk; kw;Wk; mzpNruhf; nfhs;if gw;wp vOJf. (Se-12) (Ap-13) (Se-14)

5. [dehfj;jpd; tiffs; kw;Wk; Kf;fpaj;Jtk; gw;wp tpsf;Ff. (Ju-14)

5kjpg;ngz; tpdh Gtpapay;

1. ,ka kiyfs; cUthd tpjj;jpid tpthp. (Ju-12)

2. ,ka kiyapd; Kf;fpaj;Jtj;ioj tpthpf;f (Ap-13) (Se-14)

3. ,e;jpah Xh; Jizf; fz;lk; - fhuzk; $Wf. (Se-13)

4. Ntw;Wikapy; xw;Wik – tpthp (Ju-13)

5. njd;Nkw;F gUtf; fhw;wpd; VNjDk; xU fpisia tpthp (Ju-13)

6. ,e;jpahtpd; fhyepiyia eph;zapf;Fk; ,uz;L $Wfis Muha;f. (Se-13)

7. kioePh; Nrfhpg;gpid tpsf;Ff. (Se-12)

8. fhLfspd; Kf;fpaj;Jtk; gw;wp vOJf. (Ap-12) (Ju-13) (Ap-14)

9. ,aw;if tsq;fis ghJfhf;f Ntz;ba mtrpaj;ij tpthp (Ju-14) (Ju-15)

10. ,e;jpa Ntshz;ikapy; cs;s VNjDk; %d;W gpur;ridfs; ahit?

(Ap-12) (Ju-12)

11. thfd njhopyfq;fs; my;yJ nkd;nghUs; njhopyfq;fs; gw;wp tpthpf;f (A-13)

12. Kk;ig gUj;jp MiyfSf;F rhjfkhf cs;s fhuzpfis tpthp (Se-12)

5 kjpg;ngz; tpdh nghUspapay;

1. ehl;L tUkhdj;ij mwptjd; mtrpak; ahJ? (Ap-12) (Se-12) (Ju-15)

2. ehl;L tUkhdj;jpd; ,uz;L mbg;gilf; fUj;Jf;fis tpthp. (Se-13) (Ap-14)

3. ehl;L tUkhdj;ij fzf;fpLk; Kiwia tpthp. (Ap-13) (Ju-13)

4. eyk; ehLk; muRfspd; gzpfs; ahit? (Ju-14) (Se-14)

NtWghLfs; - Gtpapay;

1. fphPd;tpr; jPh;f;f Neuk; - ,e;jpa jpl;l Neuk; (Ap-13)

2. Nkw;F njhlh;r;rp kiyfs;- fpof;F njhlh;r;rp kiyfs;

(Ap-12,Ju-12,Se-12,Ap-13,Ju-13,Ap-14,Ju-15)

3. Nkw;F flw;fiu rkntsp- fpof;F flw;fiu rkntsp (Se-13) (Ju-14) (Se-14)

4. njd;Nkw;F gUtf;fhw;W - tlfpof;F gUtf;fhw;W (Ap-12) (Se-13) (Ju-15)

5. thdpiy - fhyepiy (Ju-12) (Se-12) (Ap-13) (Ju-14)

6. Y} - ehh;nt];lh;]; (Ju-13) (Ap-14) (Se-14)

7. fhw;W rf;jp - mdy; kpd; rf;jp

(Ap-12) (Se-12) (Ap-13) (Ju-13) (Ju-14) (Se-14) (Ju-15)

8. GJg;gpf;ff;$ba tsk; - GJg;gpf;f Kbahj tsk;

(Ap-12) (Ju-12) (Se-12) (Ap-13) (Se-14) (Ju-15)

9. jd;dpiwT Ntshz;ik - tzpf Ntshz;ik (Se-12) (Ap-13)

10 xU gaph; rhFgb - ,U gaph; rhFgb (Ju-13) (Ap-14) (Ju-15)

11. fdpkk; rhh;e;j njhopyfk- Ntshz; rhh;e;j njhopyfq;fs

;(A-12,J-12,S-12,A-13,S-13,Ju-14,Se-14,Ju-15)

jiyg;G tpdhf;fs; - tuyhW

1. Vfhjpgj;jpak; (Ap-12)

2. Vfhjpgj;jpak; cUthFtjw;F fhuzq;fs;(Se-14)

3. gpshrp kw;Wk; gf;rhh; Nghh; (Ap-14) (Ju-14)

4. gpuk;k Qhd rig (Ju-12)

5. rh;tNjr rq;fk; (Ju-12) (Ju-13)

6. ghy;fd; gpur;rid (Se-12) (Se-13)

7. n[h;kdpapd; Nguhir (Ap-13)

8. ghrprf; fl;rp (Ap-14) (Se-14)

9. mlhy;/g; `pl;yh; (Se-12) (Se-13)

10. ,uz;lhk; cyfg;Nghh; fhuzq;fs; (Ju-14)

11. I.eh.tpd; Kf;fpa rhjidfs; (Ju-12)

2 kjpg;ngz; tpdh tuyhW

1. fhyzp Mjpf;fk; vd;why; vd;d? (Ap-12) (Se-12) (Se-14) (Ju-15)

2. Vfhjpgj;jpak; tiuaW (Ju-12) (Ju-13) (Ap-14) (Ju-14)

3. ,uhZt Vfhjpgj;jpak; gw;wp vOJf. (Ap-13)

4. jha;gpq; fyfk; - tiuaW (Ju-13)

5. Kjy; cyfg; NghUf;fhd cldb fhuzk; ahJ? (Ap-12) (Ju-13) (Ap-14)

6. n[h;kdpf;F FbNaw;wq;fs; Vd; Njitg;gl;lJ? (Ju-14

7. Kjy; cyfg; Nghhpy; mnkhpf;fh <Lgl;ljw;fhd fhuzk; vd;d? (Se-14) (Ju-15)

8. rh;tNjr rq;fj;jpd; Njhy;tpf;fhd ,uz;L fhuzq;fis Fwpg;gpLf. (Se-13)

9. nghUshjhu ngUke;jk; Njhd;w fhuzq;fs; vit? (Ju-12)

10. Njrpa njhopy; kPl;Gr; rl;lk; - Fwpg;G tiuf. (Ap-13)

11. ghrprj;jpd; ehd;F J}z;fs; ahit? (Se-12) (Ju-14)

12. ghrprk; - nghUs; $Wf. (Ap-12) (Se-13) (Se-14)

13. mopj;Jg; gpd;thq;Fk; nfhs;if vd;why; vd;d? (Ap-14) (Ju-14) (Se-14)

14. mnkhpf;fh [g;ghd; kPJ Nghh; njhLf;f fhuzk; ahJ? (Ap-12) (Se-12)

15. If;fpa ehLfs; rigapd; Kf;fpa Nehf;fq;fs; ahit? (Ju-12) (Se-13) (Ju-15)

16. INuhg;gpa xd;wpaj;jpd; Kf;fpa Nehf;fq;fs; ahit? (Ju-13)

17. apl ;yh; vd;d mwptpj;jhh;? (Ju-15)

2 kjpg;ngz; tpdh Fbikapay;

1. ,d xJf;fy; nfhs;if gw;wp xU Fwpg;G tiuf (Ap-12) (Ap-13)

2. Njrpa fl;rpfs; ahit? (Ap-12) (Se-13)

3. gQ;r rPyj;jpd; Ie;J nfhs;iffspy; %d;wpid vOJf. (Ju-12) (Ju-13)

4. [dehafk; gw;wp Mgpufhk; ypq;fdpd; $w;wpid vOJf.(Ju-12) (Ju-13) (Ap-14) (Ju-14)

5. cyf mikjpia epiy ehl;Ltjpy; ,e;jpahtpd; gq;if tpsf;Ff.

(Se-12) (Ap-14) (Se-14) (Ju-15)

6. ,e;jpa Njh;jy; Mizaj;jpd;; gzpfs; gw;wp RUf;fkhf Fwpg;gpLf.

(Se-12) (Ju-15)

7. cyf mikjp xU mtrpakhdJ Vd;? (Se-13)

8. rhh;f; ehLfs; gu];gu ey;Ywit epiyehl;l Fwpg;gpl;l gFjpfs; ngaiu

Fwpg;gpLf (Ju-14)

2 kjpg;ngz; tpdh nghUspapay;

1. jyh tUkhdk; vd;why; vd;d? (Ap-12) (Ju-12) (Se-12) (Ap-14) (Se-14)

2. ehl;L tUkhdj;ij tiuaW. (Ju-13) (Ju-14) (Ju-15)

3. epfu cs;ehl;L cw;gj;jp vd;why; vd;d? (Se-13)

4. jiyaplhf; nfhs;if – rpW Fwpg;G tiuf. (Ap-13)

2 kjpg;ngz; tpdh Gtpapay;

1. ,e;jpahtpd; Kf;fpa ,aw;if mikg;Gfs; ahit?

(Ap-12) (Se-12) (Ju-13) (Ap-14)

2. ,ka kiyapd; Kf;fpaj;Jtj;jpy; VNjDk; ,uz;bidf; $Wf. (Se-13) (Ju-15)

3. ,e;jpa jPTfspd; ngahpidj; jUf. (Ju-12) (Ap-13) (Ju-14) (Se-14)

4. ,e;jpahtpd; tlf;F kiyfspYs;s 2 Kf;fpa Gdpjj; jyq;fis Fwpg;gpLf.

(Se-13)

5. ,e;jpahtpd; fhyepiyia eph;zapf;Fk; fhuzpfs; ahit?

(Ap-12) (Ju-12) (Se-12) (Se-13) (Ap-14)

6. gUtf;fhw;W vd;gjd; nghUs; ahJ? (Ap-13) (Ju-14)

7. ,e;jpahtpy; kpf mjpfkhf kio ngWk; gFjpfis Fwpg;gpLf. (Ju-13)

8. gUt kio ntbg;G vd;gjd; nghUs; ahJ? (Se-14)

9. ,aw;if tsk; vd;why; vd;d? (Ap-12) (Ap-14) (Se-14)

10. nrOikahd kz;zpy; fhzg;gLk; nghUs;fs; ahit? (Ju-13)

11. ,e;jpahtpy; ikf;fh cw;gj;jpahFk; ,lq;fs; ahit?

(Se-12) (Ap-13) (Se-14)

12. Ntshz; njhopypd; tiffis ahit?

(Ju-12) (Se-12) (Ju-13) (Ap-14) (Ju-14)

13. ,e;jpa Ntshz;ikapd; gUt fhyq;fspd; ngah;fisf; Fwpg;gpLf. (Ap-13)

14. ,e;jpahtpy; gUj;jp tpisAk; ,lq;fis Fwpg;gpLf. (Se-13)

15. Njhl;lg; gaph;fs; ahit? (Ap-12) (Se-14) (Ju-15)

16. rzy; njhopw;rhiyapd; cg cw;gj;jpg; nghUl;fs; ahit?

(Ap-12) (Se-12) (Ap-13) (Ju-15)

17. Ntshz; rhh;e;j njhopy;fs; ahit? (Ap-12) (Se-13) (Ju-14) (Se-14)